Three friends X, Y and Z run a running race, Y finished 12 meters ahead of Z and 18 m ahead of X, while Z finished 8m ahead of X. If each friends runs the entire distance at their respective constant speeds, what is the length of the race? a) 16m b) 48m c) 24m d) 12m 

1 Answer

Answer :

B

Let the length of the race track be 'd'.

When Y finished the race, X and Z would have run (d−18) and (d−12) meters respectively.

When Z finishes the race, X would have run (d-8) meters.

The ratio of speeds of Z and X is:

(d-12)/(d-18) =d/(d-8)

(d-8)(d-12)=d(d-18)

d2

-12d-8d+96 = d2

-18d

d2

-20d+96= d2

-18d

20d-18d=96

d=96/2=48m

hence the length of the race track is 48m

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